Two cardboard boxes full of books are in contact with each other
on a table. Box...
Two cardboard boxes full of books are in contact with each other
on a table. Box H has twice the mass of box G (20 kg). If you push
on box G with a horizontal force 250 N, then box H will experience
a force of (assume a smooth surface)
Conigan Box Company produces cardboard boxes. The market is
highly competitive, with boxes currently selling for $10 per box.
Conigan's total curves are:
TC = 10 + 4q + q2
where Q is measured in thousand box bundles per year.
a. Calculate Conigan's profit maximizing quantity, q=??? What is
the firm profit? profit=??? (please enter integers, if it's a
negative number, for example, please enter -5)
b. Analyze Conigan's position in terms of the shutdown condition.
Should Conigan operate or...
There are 5 boxes. One box is empty; two boxes each contains one
marble; and the remaining two boxes each contains two marbles.
Suppose that the colors of the marbles are not known, but it is
known that each marble can only be either red or green, with equal
probability. Suppose that ONE box is randomly chosen from the 5
boxes, and let R denote the number of the red marble(s) the box
has, and G be the number of...
Kiki Box Company produces cardboard boxes that are sold in
bundles. The market is perfectly competitive, with boxes currently
selling for price of $100 per bundle. Kiki’s total and marginal
cost, where Q is measured in number of bundles per year, are:
TC = 2,000,000 + 0.001Q2
MC = 0.002Q
Calculate Kiki’s profit maximizing quantity.
Calculate total profits earned by this firm.
Identify the fixed cost.
There are 2 full boxes of numbered tickets. The numbers in box A
have a mean = 10 and a standard deviation = 5. For box B,mean=
10,SD= 9.
A) If you draw 64 numbers (with replacement) from box A, you
expect the SUM to be about _____. give or take about ______. (Show
your work)
B) If you draw 100 numbers (with replacement) from box B, you
expect the MEAN to be about___, give or take about ____. (Show...
Boxes Ltd manufactures two types of boxes, plastic and
cardboard, and currently it applies manufacturing overhead to all
units at the rate of $50 per direct labour hour. Production
information is as follows:
Product Information
Plastic box
Cardboard box
Direct material cost per unit
$20
$10
Direct labour cost per hour
$20
$10
Number of units produced
100,000
200,000
The management accountant Sally suggests that Activity-Based
Costing (ABC) is more appropriate for the firm. She suggests the
firm’s overhead...
Blossom Packaging Company is a leading manufacturer of cardboard
boxes and other product packaging solutions. One of the company’s
major product lines is custom-printed cake boxes that are sold to
some of the country’s best known bakeries at a price of $0.50 per
box. To maintain its high-quality image, Blossom uses a thick
premium coated paper for all of its cake boxes. Based on annual
production of 1,000,000 boxes, Blossom’s cost for producing a box
is as follows:
Paper
$0.12...
Blossom Packaging Company is a leading manufacturer of cardboard
boxes and other product packaging solutions. One of the company’s
major product lines is custom-printed cake boxes that are sold to
some of the country’s best known bakeries at a price of $0.50 per
box. To maintain its high-quality image, Blossom uses a thick
premium coated paper for all of its cake boxes. Based on annual
production of 1,000,000 boxes, Blossom’s cost for producing a box
is as follows:
Paper
$0.13...
3.
(a) Two ideal gases are placed in separate, identical steel boxes.
Each box has an identical pinhole through which the contained gas
may effuse. One gas is Xe, while the other gas is an unknown––but
elemental–– gas. The Xe totally effuses in 32.0 minutes, while the
unknown gas totally effuses in 23.5 minutes. What is a likely
identity for the unknown gas? Show your work.
(b) A quantity of the tryptamine alkaloid psilocin, whose
molecular weight is 204.27 g...
6) There are 5 boxes. In each box there are 5 tickets labelled
with the numbers 1,2,3,4,5. An experiment is to draw one number at
random from each of the five boxes. Calculate the following
probabilities using a calculator, but show some work.
a) P(no two numbers alike).
b) P(exactly two alike). (example 11234)
c) P(exactly three alike). (example 11123)
d) P(exactly four alike). (example 11112)
e) P(two pair). (example 11223)
f) P(the number 4 comes up at least once)